examples/ConvertPyImageJDataset.ipynb

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   "execution_count": null,
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   "source": [
    "import sys, os\n",
    "!conda install --yes --prefix {sys.prefix} -c conda-forge openjdk=8\n",
    "os.environ['JAVA_HOME'] = os.sep.join(sys.executable.split(os.sep)[:-2] + ['jre'])\n",
    "!{sys.executable} -m pip install multiscale-spatial-image matplotlib zarr pyimagej"
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  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "a3a9d3cf",
   "metadata": {},
   "outputs": [],
   "source": [
    "from multiscale_spatial_image import to_multiscale\n",
    "from spatial_image import is_spatial_image, to_spatial_image\n",
    "import imagej\n",
    "import zarr"
   ]
  },
  {
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   "execution_count": 3,
   "id": "edf6a61b",
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     "name": "stderr",
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     "text": [
      "OpenJDK 64-Bit Server VM warning: Attempt to protect stack guard pages failed.\n",
      "OpenJDK 64-Bit Server VM warning: Attempt to deallocate stack guard pages failed.\n"
     ]
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    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ImageJ2 version: 2.5.0/1.53r\n"
     ]
    }
   ],
   "source": [
    "# initialize ImageJ2\n",
    "ij = imagej.init('2.5.0')\n",
    "print(f\"ImageJ2 version: {ij.getVersion()}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "88d3e9b6",
   "metadata": {},
   "source": [
    "PyImageJ provides access to all the file formats supported by [Bio-Formats](https://www.openmicroscopy.org/bio-formats/) and [SCIFIO](https://scif.io/) through [Fiji](https://github.com/imagej/pyimagej/blob/master/doc/1-Starting-PyImageJ.ipynb).\n",
    "\n",
    "Note that command line conversion to OME-NGFF via Bio-Formats is also available through the [bioformats2raw](https://github.com/glencoesoftware/bioformats2raw) CLI."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "865974c8",
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     "text": [
      "[INFO] Populating metadata\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "[java.lang.Enum.toString] [INFO] Populating metadata\n",
      "Exception in thread \"Okio Watchdog\" [java.lang.Enum.toString] Exception in thread \"Okio Watchdog\" java.lang.IllegalMonitorStateException[java.lang.Enum.toString] java.lang.IllegalMonitorStateException\n",
      "[java.lang.Enum.toString] \n",
      "[java.lang.Enum.toString] \tat java.lang.Object.wait(Native Method)\tat java.lang.Object.wait(Native Method)\n",
      "[java.lang.Enum.toString] \n",
      "\tat java.lang.Object.wait(Object.java:460)[java.lang.Enum.toString] \tat java.lang.Object.wait(Object.java:460)\n",
      "[java.lang.Enum.toString] \n",
      "\tat okio.AsyncTimeout$Companion.awaitTimeout$okio(AsyncTimeout.kt:316)[java.lang.Enum.toString] \tat okio.AsyncTimeout$Companion.awaitTimeout$okio(AsyncTimeout.kt:316)\n",
      "[java.lang.Enum.toString] \n",
      "\tat okio.AsyncTimeout$Watchdog.run(AsyncTimeout.kt:187)[java.lang.Enum.toString] \tat okio.AsyncTimeout$Watchdog.run(AsyncTimeout.kt:187)\n",
      "[java.lang.Enum.toString] \n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<java class 'net.imagej.DefaultDataset'>"
      ]
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     "execution_count": 4,
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   ],
   "source": [
    "# Download example image\n",
    "image = ij.io().open('https://wsr.imagej.net/images/Cell_Colony.jpg')\n",
    "type(image)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4409c364",
   "metadata": {},
   "source": [
    "Convert the image to an xarray [DataArray](https://xarray.pydata.org/en/stable/generated/xarray.DataArray.html). For more information, see the [PyImageJ Working with Images tutorial](https://github.com/imagej/pyimagej/blob/master/doc/6-Working-with-Images.ipynb)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "1dbf3114",
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;Cell_Colony.jpg&#x27; (row: 408, col: 406)&gt;\n",
       "array([[160, 185, 208, ..., 192, 184, 166],\n",
       "       [199, 215, 228, ..., 204, 196, 180],\n",
       "       [226, 232, 236, ..., 212, 206, 193],\n",
       "       ...,\n",
       "       [203, 212, 216, ..., 167, 147, 143],\n",
       "       [185, 198, 209, ..., 179, 163, 151],\n",
       "       [156, 172, 189, ..., 191, 180, 164]], dtype=uint8)\n",
       "Coordinates:\n",
       "  * row      (row) float64 0.0 1.0 2.0 3.0 4.0 ... 403.0 404.0 405.0 406.0 407.0\n",
       "  * col      (col) float64 0.0 1.0 2.0 3.0 4.0 ... 401.0 402.0 403.0 404.0 405.0\n",
       "Attributes:\n",
       "    rois:                    None\n",
       "    tables:                  None\n",
       "    scifio.metadata.image:   {&#x27;thumbSizeX&#x27;: 127, &#x27;thumbSizeY&#x27;: 128, &#x27;pixelTyp...\n",
       "    scifio.metadata.global:  {&#x27;impl_cls&#x27;: &lt;java class &#x27;io.scif.filters.PlaneS...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'Cell_Colony.jpg'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>row</span>: 408</li><li><span class='xr-has-index'>col</span>: 406</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-62f7e1c2-5f30-4e69-b0d2-c01c2bd1d0ca' class='xr-array-in' type='checkbox' checked><label for='section-62f7e1c2-5f30-4e69-b0d2-c01c2bd1d0ca' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>160 185 208 214 215 221 228 230 ... 189 190 187 201 182 191 180 164</span></div><div class='xr-array-data'><pre>array([[160, 185, 208, ..., 192, 184, 166],\n",
       "       [199, 215, 228, ..., 204, 196, 180],\n",
       "       [226, 232, 236, ..., 212, 206, 193],\n",
       "       ...,\n",
       "       [203, 212, 216, ..., 167, 147, 143],\n",
       "       [185, 198, 209, ..., 179, 163, 151],\n",
       "       [156, 172, 189, ..., 191, 180, 164]], dtype=uint8)</pre></div></div></li><li class='xr-section-item'><input id='section-3f78c79b-b943-4cf7-bb58-269a8e337336' class='xr-section-summary-in' type='checkbox'  checked><label for='section-3f78c79b-b943-4cf7-bb58-269a8e337336' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>row</span></div><div class='xr-var-dims'>(row)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 1.0 2.0 ... 405.0 406.0 407.0</div><input id='attrs-c0326631-7a38-4c6a-8b7b-e7a1c3230973' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c0326631-7a38-4c6a-8b7b-e7a1c3230973' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-58581ba1-dc25-4873-b672-404d76eefbdf' class='xr-var-data-in' type='checkbox'><label for='data-58581ba1-dc25-4873-b672-404d76eefbdf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([  0.,   1.,   2., ..., 405., 406., 407.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>col</span></div><div class='xr-var-dims'>(col)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 1.0 2.0 ... 403.0 404.0 405.0</div><input id='attrs-b36cefbb-6870-43c4-8fba-bbeec9bc3473' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b36cefbb-6870-43c4-8fba-bbeec9bc3473' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a478a37f-90bf-4517-8fb9-5d78f062c1dc' class='xr-var-data-in' type='checkbox'><label for='data-a478a37f-90bf-4517-8fb9-5d78f062c1dc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([  0.,   1.,   2., ..., 403., 404., 405.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-961cd49b-20e8-4305-8f29-7de7fe1344fc' class='xr-section-summary-in' type='checkbox'  ><label for='section-961cd49b-20e8-4305-8f29-7de7fe1344fc' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>row</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-4fe48301-88af-4129-9892-968a27df30fa' class='xr-index-data-in' type='checkbox'/><label for='index-4fe48301-88af-4129-9892-968a27df30fa' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  0.0,   1.0,   2.0,   3.0,   4.0,   5.0,   6.0,   7.0,   8.0,   9.0,\n",
       "       ...\n",
       "       398.0, 399.0, 400.0, 401.0, 402.0, 403.0, 404.0, 405.0, 406.0, 407.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;row&#x27;, length=408))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>col</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-b59d59b7-6570-46c4-b05e-67b86b4fcbfb' class='xr-index-data-in' type='checkbox'/><label for='index-b59d59b7-6570-46c4-b05e-67b86b4fcbfb' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  0.0,   1.0,   2.0,   3.0,   4.0,   5.0,   6.0,   7.0,   8.0,   9.0,\n",
       "       ...\n",
       "       396.0, 397.0, 398.0, 399.0, 400.0, 401.0, 402.0, 403.0, 404.0, 405.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;col&#x27;, length=406))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8ff34dcc-0447-4e65-9539-6204e138cc4a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-8ff34dcc-0447-4e65-9539-6204e138cc4a' class='xr-section-summary' >Attributes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>rois :</span></dt><dd>None</dd><dt><span>tables :</span></dt><dd>None</dd><dt><span>scifio.metadata.image :</span></dt><dd>{&#x27;thumbSizeX&#x27;: 127, &#x27;thumbSizeY&#x27;: 128, &#x27;pixelType&#x27;: 1, &#x27;bitsPerPixel&#x27;: 8, &#x27;axes&#x27;: &lt;scyjava._convert.JavaList object at 0x171506b00&gt;, &#x27;axisLengths&#x27;: &lt;scyjava._convert.JavaMap object at 0x171506c50&gt;, &#x27;orderCertain&#x27;: False, &#x27;littleEndian&#x27;: False, &#x27;indexed&#x27;: False, &#x27;planarAxisCount&#x27;: 2, &#x27;interleavedAxisCount&#x27;: -1, &#x27;falseColor&#x27;: False, &#x27;metadataComplete&#x27;: False, &#x27;thumbnail&#x27;: False, &#x27;rois&#x27;: None, &#x27;tables&#x27;: None}</dd><dt><span>scifio.metadata.global :</span></dt><dd>{&#x27;impl_cls&#x27;: &lt;java class &#x27;io.scif.filters.PlaneSeparatorMetadata&#x27;&gt;, &#x27;metadata&#x27;: &lt;java object &#x27;io.scif.filters.ChannelFillerMetadata&#x27;&gt;}</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'Cell_Colony.jpg' (row: 408, col: 406)>\n",
       "array([[160, 185, 208, ..., 192, 184, 166],\n",
       "       [199, 215, 228, ..., 204, 196, 180],\n",
       "       [226, 232, 236, ..., 212, 206, 193],\n",
       "       ...,\n",
       "       [203, 212, 216, ..., 167, 147, 143],\n",
       "       [185, 198, 209, ..., 179, 163, 151],\n",
       "       [156, 172, 189, ..., 191, 180, 164]], dtype=uint8)\n",
       "Coordinates:\n",
       "  * row      (row) float64 0.0 1.0 2.0 3.0 4.0 ... 403.0 404.0 405.0 406.0 407.0\n",
       "  * col      (col) float64 0.0 1.0 2.0 3.0 4.0 ... 401.0 402.0 403.0 404.0 405.0\n",
       "Attributes:\n",
       "    rois:                    None\n",
       "    tables:                  None\n",
       "    scifio.metadata.image:   {'thumbSizeX': 127, 'thumbSizeY': 128, 'pixelTyp...\n",
       "    scifio.metadata.global:  {'impl_cls': <java class 'io.scif.filters.PlaneS..."
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "image_da = ij.py.from_java(image)\n",
    "image_da"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "2e9d1033",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "False"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "is_spatial_image(image_da)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "25360207",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Standard spatial_image dims\n",
    "image_da = image_da.rename({'row':'y', 'col':'x'})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "387c4b41",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "is_spatial_image(image_da)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "506cf6d8",
   "metadata": {},
   "outputs": [
    {
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       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;Cell_Colony.jpg&#x27; (y: 408, x: 406)&gt;\n",
       "array([[160, 185, 208, ..., 192, 184, 166],\n",
       "       [199, 215, 228, ..., 204, 196, 180],\n",
       "       [226, 232, 236, ..., 212, 206, 193],\n",
       "       ...,\n",
       "       [203, 212, 216, ..., 167, 147, 143],\n",
       "       [185, 198, 209, ..., 179, 163, 151],\n",
       "       [156, 172, 189, ..., 191, 180, 164]], dtype=uint8)\n",
       "Coordinates:\n",
       "  * y        (y) float64 0.0 1.0 2.0 3.0 4.0 ... 403.0 404.0 405.0 406.0 407.0\n",
       "  * x        (x) float64 0.0 1.0 2.0 3.0 4.0 ... 401.0 402.0 403.0 404.0 405.0</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'Cell_Colony.jpg'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 408</li><li><span class='xr-has-index'>x</span>: 406</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-c689f14b-0f1e-4a68-b4b4-f7c12df8e43d' class='xr-array-in' type='checkbox' checked><label for='section-c689f14b-0f1e-4a68-b4b4-f7c12df8e43d' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>160 185 208 214 215 221 228 230 ... 189 190 187 201 182 191 180 164</span></div><div class='xr-array-data'><pre>array([[160, 185, 208, ..., 192, 184, 166],\n",
       "       [199, 215, 228, ..., 204, 196, 180],\n",
       "       [226, 232, 236, ..., 212, 206, 193],\n",
       "       ...,\n",
       "       [203, 212, 216, ..., 167, 147, 143],\n",
       "       [185, 198, 209, ..., 179, 163, 151],\n",
       "       [156, 172, 189, ..., 191, 180, 164]], dtype=uint8)</pre></div></div></li><li class='xr-section-item'><input id='section-0676e05e-7881-4b2c-8704-60f420c8d9bf' class='xr-section-summary-in' type='checkbox'  checked><label for='section-0676e05e-7881-4b2c-8704-60f420c8d9bf' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 1.0 2.0 ... 405.0 406.0 407.0</div><input id='attrs-65500909-ac8a-42c9-95b6-3f8180940561' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-65500909-ac8a-42c9-95b6-3f8180940561' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a35afda9-298c-407f-8c8f-c39e85833110' class='xr-var-data-in' type='checkbox'><label for='data-a35afda9-298c-407f-8c8f-c39e85833110' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([  0.,   1.,   2., ..., 405., 406., 407.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 1.0 2.0 ... 403.0 404.0 405.0</div><input id='attrs-9a8c6f74-e537-4cdb-9eea-817660a0a549' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9a8c6f74-e537-4cdb-9eea-817660a0a549' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-70c2c677-5278-414f-940e-debc45096e71' class='xr-var-data-in' type='checkbox'><label for='data-70c2c677-5278-414f-940e-debc45096e71' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([  0.,   1.,   2., ..., 403., 404., 405.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9dcabb43-1993-4c8d-b571-a80363313960' class='xr-section-summary-in' type='checkbox'  ><label for='section-9dcabb43-1993-4c8d-b571-a80363313960' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>y</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-db7f2159-55ec-4859-a91e-aefe220ee6b8' class='xr-index-data-in' type='checkbox'/><label for='index-db7f2159-55ec-4859-a91e-aefe220ee6b8' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  0.0,   1.0,   2.0,   3.0,   4.0,   5.0,   6.0,   7.0,   8.0,   9.0,\n",
       "       ...\n",
       "       398.0, 399.0, 400.0, 401.0, 402.0, 403.0, 404.0, 405.0, 406.0, 407.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;y&#x27;, length=408))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-44f9d162-bb75-4a02-90ae-cd2d634055c8' class='xr-index-data-in' type='checkbox'/><label for='index-44f9d162-bb75-4a02-90ae-cd2d634055c8' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  0.0,   1.0,   2.0,   3.0,   4.0,   5.0,   6.0,   7.0,   8.0,   9.0,\n",
       "       ...\n",
       "       396.0, 397.0, 398.0, 399.0, 400.0, 401.0, 402.0, 403.0, 404.0, 405.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;x&#x27;, length=406))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-0944cf0f-0158-46dd-9333-c3424c7c97e9' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-0944cf0f-0158-46dd-9333-c3424c7c97e9' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'Cell_Colony.jpg' (y: 408, x: 406)>\n",
       "array([[160, 185, 208, ..., 192, 184, 166],\n",
       "       [199, 215, 228, ..., 204, 196, 180],\n",
       "       [226, 232, 236, ..., 212, 206, 193],\n",
       "       ...,\n",
       "       [203, 212, 216, ..., 167, 147, 143],\n",
       "       [185, 198, 209, ..., 179, 163, 151],\n",
       "       [156, 172, 189, ..., 191, 180, 164]], dtype=uint8)\n",
       "Coordinates:\n",
       "  * y        (y) float64 0.0 1.0 2.0 3.0 4.0 ... 403.0 404.0 405.0 406.0 407.0\n",
       "  * x        (x) float64 0.0 1.0 2.0 3.0 4.0 ... 401.0 402.0 403.0 404.0 405.0"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Clean attrs that are Java objects and cannot be serialized to Zarr\n",
    "image_da.attrs.clear()\n",
    "image_da"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "c4fa4381",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{}"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "image_da.attrs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "9fab6106",
   "metadata": {},
   "outputs": [],
   "source": [
    "# The DataArray name needs to be set\n",
    "image_da.name = str(image.getName())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "3dc8e79e",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "DataTree('None', parent=None)\n",
      "├── DataTree('scale0')\n",
      "│       Dimensions:          (y: 408, x: 406)\n",
      "│       Coordinates:\n",
      "│         * y                (y) float64 0.0 1.0 2.0 3.0 4.0 ... 404.0 405.0 406.0 407.0\n",
      "│         * x                (x) float64 0.0 1.0 2.0 3.0 4.0 ... 402.0 403.0 404.0 405.0\n",
      "│       Data variables:\n",
      "│           Cell_Colony.jpg  (y, x) uint8 dask.array<chunksize=(256, 256), meta=np.ndarray>\n",
      "├── DataTree('scale1')\n",
      "│       Dimensions:          (y: 204, x: 203)\n",
      "│       Coordinates:\n",
      "│         * y                (y) float64 0.5 2.5 4.5 6.5 8.5 ... 400.5 402.5 404.5 406.5\n",
      "│         * x                (x) float64 0.5 2.5 4.5 6.5 8.5 ... 398.5 400.5 402.5 404.5\n",
      "│       Data variables:\n",
      "│           Cell_Colony.jpg  (y, x) uint8 dask.array<chunksize=(204, 203), meta=np.ndarray>\n",
      "└── DataTree('scale2')\n",
      "        Dimensions:          (y: 51, x: 50)\n",
      "        Coordinates:\n",
      "          * y                (y) float64 3.5 11.5 19.5 27.5 ... 379.5 387.5 395.5 403.5\n",
      "          * x                (x) float64 9.5 17.5 25.5 33.5 ... 377.5 385.5 393.5 401.5\n",
      "        Data variables:\n",
      "            Cell_Colony.jpg  (y, x) uint8 dask.array<chunksize=(51, 50), meta=np.ndarray>\n"
     ]
    }
   ],
   "source": [
    "multiscale = to_multiscale(image_da, [2,4])\n",
    "print(multiscale)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "3bc48977",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x2a1ef3280>"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "multiscale['scale1'].ds['Cell_Colony.jpg'].plot.imshow()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "be8b2cad",
   "metadata": {},
   "outputs": [],
   "source": [
    "store = zarr.storage.DirectoryStore('Cell_Colony.zarr', dimension_separator='/')\n",
    "multiscale.to_zarr(store)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.11"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}